Online Tool Store Online Tool Store

Hyperfocal Distance Calculator

Calculate hyperfocal distance from focal length, aperture, and sensor size, plus the near and far limits of acceptable sharpness.

🔒 This tool runs entirely in your browser. Your files are never uploaded to a server.

Image

Hyperfocal Distance Calculator

Ready

Frontend preview — no upload or external service.

Hyperfocal distance

24 mm at f/11 on full frame: hyperfocal distance 1.75 m — focus there and everything from 0.87 m to infinity is acceptably sharp.

How the Hyperfocal Distance Calculator works

  1. Enter focal length and aperture as set on the lens.
  2. Choose the sensor size, which sets the circle of confusion used in the calculation.
  3. Focus at the hyperfocal distance, not at infinity — focusing at infinity throws away half your available depth of field.

The method

Hyperfocal distance is the closest focus point at which infinity still appears acceptably sharp, and the near limit is then half that distance.

H = f² / (N x c) + f; near limit = H / 2

24 mm at f/11 with a 0.03 mm circle of confusion: 576 / 0.33 ≈ 1,745 mm, so focus at 1.75 m and everything beyond 0.87 m is sharp.

FAQ

What is the circle of confusion?

The largest blur spot still perceived as a point at normal viewing size. It depends on sensor size and enlargement, which is why the same lens settings give different results on different cameras.

Why not just focus at infinity?

Because acceptable sharpness extends behind the focus point as well as in front, and focusing at infinity wastes all of it. Hyperfocal focusing recovers the near half of the frame.

Is hyperfocal focusing always right for landscapes?

No. It guarantees acceptable sharpness, not maximum sharpness at infinity. If a distant mountain is the subject, focus on the mountain.

How we compare

FeatureOnline Tool StoreA desktop editorAn upload-based service
Sensor-specific circle of confusion
Near and far limits
Works offline once loaded
No account

Hyperfocal Distance Calculator optimises for acceptable sharpness across the frame — when a distant subject must be critically sharp, focus on it instead.

Explore related tools

Embed this tool

Paste this on your own site — it stays free, and every file still stays in your visitor's browser, not yours or ours.